Research Journal of Chemical Thermodynamic and Viscometric Study of Calix (6) Arene and their Derivatives Abstract Sciences E-ISSN 2231-606X Rakhi R. Kale and Yogita S. Thakare* Department of Chemistry, Shri Shivaji Science College, Amravati, MS, India yogitathakare_2007@rediffmail.com Available online at: www.isca.in, www.isca.me Received 5 th April 2016, revised 28 th April 2016, accepted 15 th May 2016 measurement, their acetyl and benzoyl s were carried out in xylene and cyclohexane. The study was implemented for several variation in concentration as well as temperature of solute in solvent. From the experimental data, molecular interactions of different in terms of viscosity B were studied at 303 K. Also, the thermodynamic parameters G, H, S have been evaluated by studying the relative viscosity at different temperature and concentration. Keywords:, Thermodynamic parameters, Molecular interaction, Calixarene s.. Introduction Calixarenes are macrocyclic compounds composed of phenolic units connected by methylene bridges to form a hydrophobic cavity that is capable of forming inclusion complexes with a variety of molecules. Calixarenes are cyclic oligomers formed by the base-catalysed condensation of formaldehyde and p-tert- by substituting butylphenol 1-2. The cavity sized can be varied lower rim 3-7. For natural and industrial processes known significant physicochemical properties are density, viscosity, and surface tension of liquids. implies resistancee to flow. measurement provides useful information about solute-solute and solute-solvent interactions in non aqueous and aqueous solvents. The Jones-Dole equation accounts for the observed viscosity concentration dependence of dilute electrolyte solutions, while Breslau-Miller, Vand, Moulik, Thomson and Einstein equations account for the concentration dependencee of viscosity in concentration of electrolyte solutions 8-13. The present work deals with the viscosity study, their acetyl and benzoyl in xylene and cyclohexane at different concentrations and at different temperature 303, 313, 323 K. From the experimental data relative viscosity and viscosity- is compute which was further used to calculated thermodynamic parameters. Methodology The calix was synthesized by base catalyzed reaction between tertiary butyl phenol and formaldehyde 1. and benzoyl of it prepared and was characterized by 1 HNMR, 13 C NMR, Mass and IR spectroscopy 14-15. Standard solutions of calix, hexaacetato calix and hexabenzoyl s were prepared in various diluents such as xylene and cyclohexane, etc by diluting it to the known volume with the required diluents. For viscosity measurements cleaned, dried Ostwald s viscometer were used throughout the experimental work. Results and Discussion The values of density and relative viscosity and their s increases with increase in concentration of the solutes. The increase in viscosity with increase in concentration may be attributed to the increase in solute-solvent interactions. Solutes are surrounded by solvent molecules and the degree of cluster formation is less. They behave as structure breakers. data were analyzed in the light of Jones-Dole equation. (ηr 1) / C = A + B C Where: A and B are the Falkenhagen and the Jones-Dole s. From the graph of ( -1) / C verses C, A which is the measure of solute solute interactions and B which is the measure of solute solvent interactions has been calculated. From Jones-Dole equation negative values of A shows very weak solute-solute interactions. Above table also replicates this result again this interactions further decreases with an increase temperature as well as molarity in the solution. The slope of straight line gave value of β -. Table shows that the values of the B for calix and their s in the studied solvent systems are positive, thereby suggesting the presence of strong solute-solvent interactions. International Science Community Association 48
The viscosity of a liquid generally decreases with rise in temperature. The graphs are plotted between log and 1/T. The graph for each system gives linear straight line showing the validity of equation. The thermodynamic parameters were calculated by using expression G = -2.303 R slope, log 1 log 2 = [ H / 2.303] [ 1/T1-1/T2] and S = ( G - H) / T. Table-1 Thermodynamic study with variation in concentration p-tert butyl calix Conc. 0.604 0.616 0.619 0.626 0.641 0.658 0.593 0.622 0.653 Medium- Cyclohexane Specific ηr - 1/ C -12.77-17.45-38.1-12.06-16.32-34.2-13.13-17.18-34.7 A B -48.69 12.34-43.77 10.51-44.24 10.82 0.785 0.713 0.538 0.515 0.491 0.45 0.517 0.505 0.496 Specific ηr - 1/ C -6.9-13.04-46.2-15.65-23.14-54.91-15.58-22.5-50.4 Medium-Xylene A B -62.36 19.2-65.07 19.11-72.84 16.94 Conc. Table-2 Thermodynamic study with variation in temperature (medium - xylene) 1 / T (K ¹) 10 ³ Time flow (sec.) Density (ρ) g.cm-3 303 3.30 10 ³ 53 0.84 0.628-0.202 313 3.19 10 ³ 22 0.749 0.232-0.634 323 3.09 10 ³ 21 0.739 0.215-0.667 303 3.30 10 ³ 48 0.842 0.57-0.244 313 3.19 10 ³ 21 0.735 0.217-0.664 323 3.09 10 ³ 20 0.732 0.203-0.692 303 3.30 10 ³ 36 0.847 0.43-0.367 313 3.19 10 ³ 19 0.722 0.193-0.714 323 3.09 10 ³ 18 0.713 0.118-0.75 303 3.30 10 ³ 47 0.745 0.494-0.306 313 3.19 10 ³ 29 0.65 0.265-0.577 323 3.09 10 ³ 18 0.64 0.16-0.795 303 3.30 10 ³ 34 0.841 0.403-0.395 313 3.19 10 ³ 22 0.754 0.233-0.633 323 3.09 10 ³ 21 0.747 0.218-0.662 303 3.30 10 ³ 33 0.849 0.395-0.403 313 3.19 10 ³ 20 0.748 0.21-0.678 323 3.09 10 ³ 19 0.74 0.195-0.71 303 3.30 10 ³ 35 0.853 0.421-0.376 313 3.19 10 ³ 23 0.76 0.246-0.609 323 3.09 10 ³ 20 0.756 0.21-0.678 303 3.30 10 ³ 35 0.845 0.393-0.406 313 3.19 10 ³ 20 0.756 0.213-0.672 323 3.09 10 ³ 19 0.751 0.198-0.703 303 3.30 10 ³ 30 0.835 0.353-0.452 313 3.19 10 ³ 21 0.73 0.216-0.666 323 3.09 10 ³ 18 0.743 0.186-0.73 Log ( ) International Science Community Association 49
Conc. Table-3 Thermodynamic study with variation in temperature (medium - cyclohexane) 1 / T (K ¹) 10 ³ Time flow (sec.) Density (ρ) g.cm-3 Log ( ) 303 3.30 10 ³ 45 0.76 0.483-0.316 313 3.19 10 ³ 25 0.671 0.236-0.627 323 3.09 10 ³ 23 0.655 0.209-0.679 303 3.30 10 ³ 46 0.758 0.492-0.308 313 3.19 10 ³ 27 0.656 0.249-0.604 323 3.09 10 ³ 24 0.653 0.217-0.664 303 3.30 10 ³ 47 0.745 0.494-0.306 313 3.19 10 ³ 29 0.65 0.265-0.577 323 3.09 10 ³ 18 0.64 0.16-0.795 303 3.30 10 ³ 44 0.763 0.474-0.324 313 3.19 10 ³ 26 0.651 0.238-0.623 323 3.09 10 ³ 22 0.649 0.198-0.703 303 3.30 10 ³ 46 0.765 0.497-0.304 313 3.19 10 ³ 27 0.649 0.246-0.609 323 3.09 10 ³ 23 0.644 0.205-0.688 303 3.30 10 ³ 48 0.77 0.521-0.283 313 3.19 10 ³ 29 0.621 0.253-0.597 323 3.09 10 ³ 24 0.637 0.212-0.674 303 3.30 10 ³ 46 0.77 0.5-0.301 313 3.19 10 ³ 25 0.736 0.259-0.587 323 3.09 10 ³ 23 0.719 0.229-0.64 303 3.30 10 ³ 47 0.772 0.512-0.291 313 3.19 10 ³ 33 0.73 0.339-0.47 323 3.09 10 ³ 29 0.717 0.288-0.541 303 3.30 10 ³ 48 0.776 0.526-0.28 313 3.19 10 ³ 30 0.714 0.301-0.521 323 3.09 10 ³ 27 0.709 0.266-0.575 Table-4 Values of thermodynamic parameters in xylene medium Concentration G H S (J mole 1K ¹) calix M M M M M M M 45517.10 42889.6 36666.78 24316.87 25561.43 30348.22 28912.18 28433.5 26614.53 9044.51 8793.27 7264.92 4710.68 4982.85 5757.5 4878.17 4569.07 4480.38 120.37 112.53 97.04 64.71 67.92 81.16 79.32 75.46 73.05 International Science Community Association 50
Table-5 Values of thermodynamic parameters in cyclohexane medium Concentration G H S (J mole 1K ¹) calix M M M 34752.06 34781.91 46814.76 6511.21 6197.16 5673.75 93.20 94.03 135.78 M M 36283.83 36762.51 37432.66 6259.97 6385.59 6574.02 99.09 100.25 101.84 M M 32454.41 28933.93 23242.03 5862.18 5747.61 5045.66 87.76 76.62 67.55 Conclusion In present study, results shows that positive values of viscosity B for calix and it s indicates the presence of strong solute-solvent interactions. In macrocyclic compound or in polymer relative viscosity may be negative because the polymer is breaking up some sort of weak network in the solvent (hydrogen bonding, polar-polar interaction) so that the solvent has a lower viscosity, thus leading to the negative intrinsic viscosity 16. Thermodynamic parameters change in enthalpy ( H), change in entropy ( S) and change in free energy ( G) were determined from the viscosity values at different temperature. For all tested ligands the positive value of H indicates the reaction is endothermic. For calix, using xylene as a solvent the change in free energy ( G)and the change in entropy ( S) decreases with decrease in concentration, while using cyclohexane as a solvent shows opposite results. For acetyl in both the solvent shows the values of ( G) and ( S) increases with decrease in concentration. On the other hand, in benzoyl the values of ( G) and ( S) decrease with decrease in concentration in both the solvent. These different results for all the tested ligands may be due to different polarity index of non-polar solvent xylene and cyclohexane. References 1. Thakare Y.S., Khopkar S.M. and Malkhede D.D. (2012). Highly Selective Liquid-Liquid Extraction of Cd(II) With Hexaacetato Calix. Ind. J. Chem. Technol., 19(4), 231-238. 2. Vicens J., Asfari Z. and Harrowfield J.M. (eds) (1994). Calixarenes 50 th Anniversary: Commemorative Volume. Netherlands, Kluwer Academic Publishers, 3. Mandolini L. and Ungaro R., (eds) (2000). Calixarenes in Action. Imperial College Press, London, England. 4. B ohmer V. (1995). Calixarenes Macrocycles With (almost) Unlimited Possibilities. Angew. Chem. Int. Ed. Engl., 34(7), 713-745. 5. Neri P., Geraci C. and Piattelli M. (1995). Alternate Alkylation of p-tert-butylcalix(8)arene in the Presence of Weak Bases. J. Org. Chem., 60(13), 4126-4135. 6. Arduini A., Pochini A., Rizzi A., Sicuri A.R. and Ungaro R. (1990). A Novel Synthesis of p- phenylcalix(4)arene Via Trtraiodo Derivatives. Tetrahedron Lett., 31(32), 4653-4656. 7. Shinkai S., Tsubaki T., Sone T. and Manabe O. (1985). A New Synthesis of p-nitrocalixs. Tetrahedron Lett., 26(28), 3343-3344. 8. Jones G. and Dole M. (1929). The of Aqueous Solutions of Strong Electrolytes with Special References to Barium Chloride. J. Am. Chem. Soc., 51(10), 2950-2964. 9. Breslau B. R. and Miller I. F. (1970). On the of Concentrate Aqueous Electrolyte Solution. J. Phys. Chem., 74(5), 1056-1061 10. Vand V. (1948). of Solutions and Suspension; Theory. J. Phys. Colloid Chem., 52(2), 277-299. 11. Moulik S.P. (1965). Proposed Concentration Equation beyond Einstein s Region. J. Phys. Chem., 72(13), 4682-4684. 12. Thomson D.J. (1965). Transport Characteristics of Suspension:VIII. A Note on the of Newtonia Suspensions of Uniform Spherical Particles. J. Colloid Soc., 20(3), 267-277. 13. Gutsche C.D. (1989). Calixarenes in, Monograph on Supramolecular Chemistry, edited by J F Stoddart (Royal Society of Chemistry, London). 14. Thakare Y.S. and Malkhede D.D. (2014). Solvent Extraction and Separation of Gallium (III) Using International Science Community Association 51
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